American Journal of Computational Mathematics

American Journal of Computational Mathematics

ISSN Print: 2161-1203
ISSN Online: 2161-1211
www.scirp.org/journal/ajcm
E-mail: ajcm@scirp.org
"The Odd-Point Ternary Approximating Schemes"
written by Ghulam Mustafa, Abdul Ghaffar, Faheem Khan,
published by American Journal of Computational Mathematics, Vol.1 No.2, 2011
has been cited by the following article(s):
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[1] A New 7-Point Quaternary Approximating Subdivision Scheme
Intelligent Systems Modeling and …, 2022
[2] A Bi-variate Relaxed Four-Point Approximating Subdivision Scheme
Intelligent Systems Modeling and …, 2022
[3] A family of integer-point ternary parametric subdivision schemes
Journal of Mathematics, 2021
[4] Construction and Application of Septic B-Spline Tensor Product Scheme
2021
[5] Unified Framework of Approximating and Interpolatory Subdivision Schemes for Construction of Class of Binary Subdivision Schemes
2020
[6] Generalized 5-point approximating subdivision scheme of varying arity
2020
[7] A Computational Method for Subdivision Depth of Ternary Schemes
2020
[8] Shape-Preserving Properties of a Relaxed Four-Point Interpolating Subdivision Scheme
2020
[9] A new class of 2m-point binary non-stationary subdivision schemes
2019
[10] A New Class of 2q-Point Nonstationary Subdivision Schemes and Their Applications
2019
[11] Family of-Ary Univariate Subdivision Schemes Generated by Laurent Polynomial
Mathematical Problems in Engineering, 2018
[12] A combined approximating and interpolating ternary 4-point subdivision scheme
Journal of Computational and Applied Mathematics, 2018
[13] Family of 𝑎-Ary Univariate Subdivision Schemes Generated by Laurent Polynomial
2018
[14] Study of Subdivision Schemes and their impact on Geometric Modeling and Computer Graphics
2017
[15] 3n-Point Quaternary Shape Preserving Subdivision Schemes
2017
[16] A family of univariate ternary subdivision schemes with 5 parameters
SeMA Journal, 2017
[17] A Unified Ternary Curve Subdivision Scheme
2017
[18] A new class of odd-point ternary non-stationary approximating schemes
SeMA Journal, 2015
[19] Integer-point Binary Approximating Subdivision Schemes
2014
[20] Integer-point Binary Approximating Subdivision Schemes?
H Zheng, S Huang, F Guo, G Peng - joics.com, 2014
[21] A New Class of Odd-Point Ternary Non-Stationary Schemes
British Journal of Mathematics & Computer Science?, 2014
[22] Designing multi-parameter curve subdivision schemes with high continuity
Applied Mathematics and Computation, Elsevier, 2014
[23] (2n? 1)-point binary approximating scheme
Digital Information Management (ICDIM), 2013 Eighth International Conference on. IEEE, 2013
[24] Unification and application of 3-point approximating subdivision schemes of varying arity
Open Journal of Applied Sciences, 2013
[25] The m-Point Quaternary Approximating Subdivision Schemes
American Journal of Computational Mathematics, 2013
[26] A New Class of Odd-point Ternary Non-Stationary Interpolating Subdivision Schemes
2011
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